About Our Mathematics Program
The Mathematics Program provides students with rigorous training in mathematical analysis, algebra, statistics, and applied mathematics. Our curriculum combines theoretical foundations with practical applications, preparing graduates for diverse careers in research, education, finance, and graduate study.
Students develop strong analytical and problem-solving skills through the study of calculus, linear algebra, differential equations, and advanced mathematical topics. Our program emphasizes mathematical reasoning, proof techniques, and the ability to apply mathematical concepts to real-world problems.
Theoretical Foundations
Master advanced mathematical concepts from calculus through modern algebra, analysis, and topology with rigorous proof-based approach
Applied Mathematics
Learn to apply mathematical principles to solve real-world problems in science, engineering, finance, and technology
Critical Thinking
Develop exceptional analytical and logical reasoning skills highly valued in graduate programs and professional careers
Why Study Mathematics?
Mathematics is the foundation of scientific discovery and technological innovation. Our graduates possess exceptional problem-solving abilities and analytical skills that are highly sought after across industries, from finance and technology to research and education.
Finance & Actuarial Science
- Actuary
- Financial Analyst
- Investment Banker
- Risk Assessment Analyst
- Quantitative Analyst
- Insurance Underwriter
Data Science & Analytics
- Data Scientist
- Statistician
- Operations Research Analyst
- Market Research Analyst
- Business Intelligence Analyst
- Cryptographer
Research & Academia
- Mathematician
- Research Scientist
- University Professor
- Mathematics Teacher
- Technical Writer
- Mathematical Consultant
Degree Requirements
The Mathematics program provides comprehensive training in theoretical and applied mathematics. Students master fundamental concepts in analysis, algebra, and statistics while developing strong computational and research skills.
Our curriculum is designed to prepare students for graduate study in mathematics, statistics, or related fields, as well as professional careers requiring strong quantitative and analytical abilities.
Mathematics, B.S.
Special Requirements
Students majoring in Mathematics are encouraged to take all required major courses at Tougaloo. Prior to enrollment in any summer school or other institutions, students must get written approval from their advisor and the Department Chairperson in order to establish conditions whereby credit will be accepted.
Required Core Courses (39 Credit Hours)
Introduces STEM majors to CS, math, chemistry, physics, and biology. Includes seminars/workshops. Offered as scheduled.
CREDIT: 2 SEMESTER HOUR(S)
Real numbers, functions, limits, continuity, differentiation, definite integral. Offered every semester.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 104 or MAT 105 (min C)
Fundamental Theorem of Calculus, volumes, arc lengths, transcendental functions, series. Offered every semester.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 221 (min C)
Sets, relations, algorithms, induction, graphs, trees, probability, logic. Offered every spring.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 221 and programming course
Linear equations, vectors, matrices, vector spaces, transformations, eigenvalues. Offered every fall.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 221 (min C)
Polar coordinates, parametric equations, vector calculus, partial derivatives. Offered every fall.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 222 (min C)
Multiple integration, centroids, line integrals, Stokes’ and Green’s Theorems. Offered every spring.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 321 (min C)
First and higher order DEs, Laplace transform, systems of DEs. Offered every spring.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 321 (min C)
Probability, distributions, expectations, moment generating functions, CLT. Offered every fall.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 222 (min C)
Roots of equations, linear systems, interpolation, integration, ODEs. Offered every fall.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): Programming or permission; Corequisite: MAT 316
Required Electives
Students must choose computer programming electives and one Mathematics elective as indicated.
Computer Programming Elective(s)
Emphasizes algorithm development with pseudo-language/flowcharts. Covers procedures, functions, decisions, and iteration. Offered Fall.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 103 or consent of the instructor
Covers recursion, searching, sorting, linked lists, arrays, records, external files. Offered Spring.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): CSC 221
Mathematics Elective
Metric spaces, topological spaces, compactness, connectedness, applications to analysis. Offered Alternate springs.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 218 (min C)
Groups, rings, integral domains, fields. Offered Alternate falls.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 321 (min C); MAT 218 recommended
Mathematics Emphasis
Real numbers, functions, limits, continuity, derivatives, definite integrals. Offered Every semester.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 104 or MAT 105 (min C)
Fundamental Theorem of Calculus, areas, volumes, sequences, series. Offered Every semester.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 221 (min C)
Polar coordinates, vector calculus, surface area, gradients. Offered Fall.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 222 (min C)
Multiple integration, centroids, inertia, Green’s Theorem. Offered Spring.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 321 (min C)
Matrices, determinants, vector spaces, eigenvalues, transformations. Offered Fall.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 221 (min C)
First/higher order DEs, Laplace, systems of DEs. Offered Spring.
CREDIT: 3 SEMESTER HOUR(S)
Prerequisite(s): MAT 321 (min C)
Discover the Beauty and Power of Mathematics
Join a program that combines rigorous theoretical training with practical applications. Develop the analytical skills and mathematical reasoning abilities that open doors to diverse career opportunities and advanced study.